This is about a social game with differen partners after each 4-deal
round..
The losing pair at each table go to the next table after drawing for
high-low and
the remaining pair splits up after also drawing for high-low and are
joined by the losing pair
from the previous table or from the sit-outs. Thus there are no fixed
pairs.
With N rounds of play and only -n- played by some pplayers, these will
not all rounds
if the number of starting pairs is uneven. At the end their total
score must be adjusted.
Three methods of doing this comes to mind.
First: add 1/n x the total
Second: add n/(N-n) x total
Third: add (N-n)/N x total.
Which one of these would be most "fair" to determine the ranking of
each player at the end?
Bertil